1到33之间的数，任意取6个相加，和值等于76的有哪些（要具体）
1到33之间的数，任意取6个相加，和值等于76的有哪些（要具体）
太多了打不开额...
2,7,8,13,15,31
2,7,8,13,16,30
2,7,8,13,17,29
2,7,8,13,18,28
2,7,8,13,19,27
2,7,8,13,20,26
2,7,8,13,21,25
2,7,8,13,22,24
2,7,8,14,15,30
2,7,8,14,16,29
2,7,8,14,17,28
2,7,8,14,18,27
2,7,8,14,19,26
2,7,8,14,20,25
2,7,8,14,21,24
2,7,8,14,22,23
2,7,8,15,16,28
2,7,8,15,17,27
2,7,8,15,18,26
2,7,8,15,19,25
2,7,8,15,20,24
2,7,8,15,21,23
2,7,8,16,17,26
2,7,8,16,18,25
2,7,8,16,19,24
2,7,8,16,20,23
2,7,8,16,21,22
2,7,8,17,18,24
2,7,8,17,19,23
2,7,8,17,20,22
2,7,8,18,19,22
2,7,8,18,20,21
2,7,9,10,15,33
2,7,9,10,16,32
2,7,9,10,17,31
2,7,9,10,18,30
2,7,9,10,19,29
2,7,9,10,20,28
2,7,9,10,21,27
2,7,9,10,22,26
2,7,9,10,23,25
2,7,9,11,14,33
2,7,9,11,15,32
2,7,9,11,16,31
2,7,9,11,17,30
2,7,9,11,18,29
2,7,9,11,19,28
2,7,9,11,20,27
2,7,9,11,21,26
2,7,9,11,22,25
2,7,9,11,23,24
2,7,9,12,13,33
2,7,9,12,14,32
2,7,9,12,15,31
2,7,9,12,16,30
2,7,9,12,17,29
2,7,9,12,18,28
2,7,9,12,19,27
2,7,9,12,20,26
2,7,9,12,21,25
2,7,9,12,22,24
2,7,9,13,14,31
2,7,9,13,15,30
2,7,9,13,16,29
2,7,9,13,17,28
2,7,9,13,18,27
2,7,9,13,19,26
2,7,9,13,20,25
2,7,9,13,21,24
2,7,9,13,22,23
2,7,9,14,15,29
2,7,9,14,16,28
2,7,9,14,17,27
2,7,9,14,18,26
2,7,9,14,19,25
2,7,9,14,20,24
2,7,9,14,21,23
2,7,9,15,16,27
2,7,9,15,17,26
2,7,9,15,18,25
2,7,9,15,19,24
2,7,9,15,20,23
2,7,9,15,21,22
2,7,9,16,17,25
2,7,9,16,18,24
2,7,9,16,19,23
2,7,9,16,20,22
2,7,9,17,18,23
2,7,9,17,19,22
2,7,9,17,20,21
2,7,9,18,19,21
2,7,10,11,13,33
2,7,10,11,14,32
2,7,10,11,15,31
2,7,10,11,16,30
2,7,10,11,17,29
2,7,10,11,18,28
2,7,10,11,19,27
2,7,10,11,20,26
2,7,10,11,21,25
2,7,10,11,22,24
2,7,10,12,13,32
2,7,10,12,14,31
2,7,10,12,15,30
2,7,10,12,16,29
2,7,10,12,17,28
2,7,10,12,18,27
2,7,10,12,19,26
2,7,10,12,20,25
2,7,10,12,21,24
2,7,10,12,22,23
2,7,10,13,14,30
2,7,10,13,15,29
2,7,10,13,16,28
2,7,10,13,17,27
2,7,10,13,18,26
2,7,10,13,19,25
2,7,10,13,20,24
2,7,10,13,21,23
2,7,10,14,15,28
2,7,10,14,16,27
2,7,10,14,17,26
2,7,10,14,18,25
2,7,10,14,19,24
2,7,10,14,20,23
2,7,10,14,21,22
2,7,10,15,16,26
2,7,10,15,17,25
2,7,10,15,18,24
2,7,10,15,19,23
2,7,10,15,20,22
2,7,10,16,17,24
2,7,10,16,18,23
2,7,10,16,19,22
2,7,10,16,20,21
2,7,10,17,18,22
2,7,10,17,19,21
2,7,10,18,19,20
2,7,11,12,13,31
2,7,11,12,14,30
2,7,11,12,15,29
2,7,11,12,16,28
2,7,11,12,17,27
2,7,11,12,18,26
2,7,11,12,19,25
2,7,11,12,20,24
2,7,11,12,21,23
2,7,11,13,14,29
2,7,11,13,15,28
2,7,11,13,16,27
2,7,11,13,17,26
2,7,11,13,18,25
2,7,11,13,19,24
2,7,11,13,20,23
2,7,11,13,21,22
2,7,11,14,15,27
2,7,11,14,16,26
2,7,11,14,17,25
2,7,11,14,18,24
2,7,11,14,19,23
2,7,11,14,20,22
2,7,11,15,16,25
2,7,11,15,17,24
2,7,11,15,18,23
2,7,11,15,19,22
2,7,11,15,20,21
2,7,11,16,17,23
2,7,11,16,18,22
2,7,11,16,19,21
2,7,11,17,18,21
2,7,11,17,19,20
2,7,12,13,14,28
2,7,12,13,15,27
2,7,12,13,16,26
2,7,12,13,17,25
2,7,12,13,18,24
2,7,12,13,19,23
2,7,12,13,20,22
2,7,12,14,15,26
2,7,12,14,16,25
2,7,12,14,17,24
2,7,12,14,18,23
2,7,12,14,19,22
2,7,12,14,20,21
2,7,12,15,16,24
2,7,12,15,17,23
2,7,12,15,18,22
2,7,12,15,19,21
2,7,12,16,17,22
2,7,12,16,18,21
2,7,12,16,19,20
2,7,12,17,18,20
2,7,13,14,15,25
2,7,13,14,16,24
2,7,13,14,17,23
2,7,13,14,18,22
2,7,13,14,19,21
2,7,13,15,16,23
2,7,13,15,17,22
2,7,13,15,18,21
2,7,13,15,19,20
2,7,13,16,17,21
2,7,13,16,18,20
2,7,13,17,18,19
2,7,14,15,16,22
2,7,14,15,17,21
2,7,14,15,18,20
2,7,14,16,17,20
2,7,14,16,18,19
2,7,15,16,17,19
2,8,9,10,14,33
2,8,9,10,15,32
2,8,9,10,16,31
2,8,9,10,17,30
2,8,9,10,18,29
2,8,9,10,19,28
2,8,9,10,20,27
2,8,9,10,21,26
2,8,9,10,22,25
2,8,9,10,23,24
2,8,9,11,13,33
2,8,9,11,14,32
2,8,9,11,15,31
2,8,9,11,16,30
2,8,9,11,17,29
2,8,9,11,18,28
2,8,9,11,19,27
2,8,9,11,20,26
2,8,9,11,21,25
2,8,9,11,22,24
2,8,9,12,13,32
2,8,9,12,14,31
2,8,9,12,15,30
2,8,9,12,16,29
2,8,9,12,17,28
2,8,9,12,18,27
2,8,9,12,19,26
2,8,9,12,20,25
2,8,9,12,21,24
2,8,9,12,22,23
2,8,9,13,14,30
2,8,9,13,15,29
2,8,9,13,16,28
2,8,9,13,17,27
2,8,9,13,18,26
2,8,9,13,19,25
2,8,9,13,20,24
2,8,9,13,21,23
2,8,9,14,15,28
2,8,9,14,16,27
2,8,9,14,17,26
2,8,9,14,18,25
2,8,9,14,19,24
2,8,9,14,20,23
2,8,9,14,21,22
2,8,9,15,16,26
2,8,9,15,17,25
2,8,9,15,18,24
2,8,9,15,19,23
2,8,9,15,20,22
2,8,9,16,17,24
2,8,9,16,18,23
2,8,9,16,19,22
2,8,9,16,20,21
2,8,9,17,18,22
2,8,9,17,19,21
2,8,9,18,19,20
2,8,10,11,12,33
2,8,10,11,13,32
2,8,10,11,14,31
2,8,10,11,15,30
2,8,10,11,16,29
2,8,10,11,17,28
2,8,10,11,18,27
2,8,10,11,19,26
2,8,10,11,20,25
2,8,10,11,21,24
2,8,10,11,22,23
2,8,10,12,13,31
2,8,10,12,14,30
2,8,10,12,15,29
2,8,10,12,16,28
2,8,10,12,17,27
2,8,10,12,18,26
2,8,10,12,19,25
2,8,10,12,20,24
2,8,10,12,21,23
2,8,10,13,14,29
2,8,10,13,15,28
2,8,10,13,16,27
2,8,10,13,17,26
2,8,10,13,18,25
2,8,10,13,19,24
2,8,10,13,20,23
2,8,10,13,21,22
2,8,10,14,15,27
2,8,10,14,16,26
2,8,10,14,17,25
2,8,10,14,18,24
2,8,10,14,19,23
2,8,10,14,20,22
2,8,10,15,16,25
2,8,10,15,17,24
2,8,10,15,18,23
2,8,10,15,19,22
2,8,10,15,20,21
2,8,10,16,17,23
2,8,10,16,18,22
2,8,10,16,19,21
2,8,10,17,18,21
2,8,10,17,19,20
2,8,11,12,13,30
2,8,11,12,14,29
2,8,11,12,15,28
2,8,11,12,16,27
2,8,11,12,17,26
2,8,11,12,18,25
2,8,11,12,19,24
2,8,11,12,20,23
2,8,11,12,21,22
2,8,11,13,14,28
2,8,11,13,15,27
2,8,11,13,16,26
2,8,11,13,17,25
2,8,11,13,18,24
2,8,11,13,19,23
2,8,11,13,20,22
2,8,11,14,15,26
2,8,11,14,16,25
2,8,11,14,17,24
2,8,11,14,18,23
2,8,11,14,19,22
2,8,11,14,20,21
2,8,11,15,16,24
2,8,11,15,17,23
2,8,11,15,18,22
2,8,11,15,19,21
2,8,11,16,17,22
2,8,11,16,18,21
2,8,11,16,19,20
2,8,11,17,18,20
2,8,12,13,14,27
2,8,12,13,15,26
2,8,12,13,16,25
2,8,12,13,17,24
2,8,12,13,18,23
2,8,12,13,19,22
2,8,12,13,20,21
2,8,12,14,15,25
2,8,12,14,16,24
2,8,12,14,17,23
2,8,12,14,18,22
2,8,12,14,19,21
2,8,12,15,16,23
2,8,12,15,17,22
2,8,12,15,18,21
2,8,12,15,19,20
2,8,12,16,17,21
2,8,12,16,18,20
2,8,12,17,18,19
2,8,13,14,15,24
2,8,13,14,16,23
2,8,13,14,17,22
2,8,13,14,18,21
2,8,13,14,19,20
2,8,13,15,16,22
2,8,13,15,17,21
2,8,13,15,18,20
2,8,13,16,17,20
2,8,13,16,18,19
2,8,14,15,16,21
2,8,14,15,17,20
2,8,14,15,18,19
2,8,14,16,17,19
2,8,15,16,17,18
2,9,10,11,12,32
2,9,10,11,13,31
2,9,10,11,14,30
2,9,10,11,15,29
2,9,10,11,16,28
2,9,10,11,17,27
2,9,10,11,18,26
2,9,10,11,19,25
2,9,10,11,20,24
2,9,10,11,21,23
2,9,10,12,13,30
2,9,10,12,14,29
2,9,10,12,15,28
2,9,10,12,16,27
2,9,10,12,17,26
2,9,10,12,18,25
2,9,10,12,19,24
2,9,10,12,20,23
2,9,10,12,21,22
2,9,10,13,14,28
2,9,10,13,15,27
2,9,10,13,16,26
2,9,10,13,17,25
2,9,10,13,18,24
2,9,10,13,19,23
2,9,10,13,20,22
2,9,10,14,15,26
2,9,10,14,16,25
2,9,10,14,17,24
2,9,10,14,18,23
2,9,10,14,19,22
2,9,10,14,20,21
2,9,10,15,16,24
2,9,10,15,17,23
2,9,10,15,18,22
2,9,10,15,19,21
2,9,10,16,17,22
2,9,10,16,18,21
2,9,10,16,19,20
2,9,10,17,18,20
2,9,11,12,13,29
2,9,11,12,14,28
2,9,11,12,15,27
2,9,11,12,16,26
2,9,11,12,17,25
2,9,11,12,18,24
2,9,11,12,19,23
2,9,11,12,20,22
2,9,11,13,14,27
2,9,11,13,15,26
2,9,11,13,16,25
2,9,11,13,17,24
2,9,11,13,18,23
2,9,11,13,19,22
2,9,11,13,20,21
2,9,11,14,15,25
2,9,11,14,16,24
2,9,11,14,17,23
2,9,11,14,18,22
2,9,11,14,19,21
2,9,11,15,16,23
2,9,11,15,17,22
2,9,11,15,18,21
2,9,11,15,19,20
2,9,11,16,17,21
2,9,11,16,18,20
2,9,11,17,18,19
2,9,12,13,14,26
2,9,12,13,15,25
2,9,12,13,16,24
2,9,12,13,17,23
2,9,12,13,18,22
2,9,12,13,19,21
2,9,12,14,15,24
2,9,12,14,16,23
2,9,12,14,17,22
2,9,12,14,18,21
2,9,12,14,19,20
2,9,12,15,16,22
2,9,12,15,17,21
2,9,12,15,18,20
2,9,12,16,17,20
2,9,12,16,18,19
2,9,13,14,15,23
2,9,13,14,16,22
2,9,13,14,17,21
2,9,13,14,18,20
2,9,13,15,16,21
2,9,13,15,17,20
2,9,13,15,18,19
2,9,13,16,17,19
2,9,14,15,16,20
2,9,14,15,17,19
2,9,14,16,17,18
2,10,11,12,13,28
2,10,11,12,14,27
2,10,11,12,15,26
2,10,11,12,16,25
2,10,11,12,17,24
2,10,11,12,18,23
2,10,11,12,19,22
2,10,11,12,20,21
2,10,11,13,14,26
2,10,11,13,15,25
2,10,11,13,16,24
2,10,11,13,17,23
2,10,11,13,18,22
2,10,11,13,19,21
2,10,11,14,15,24
2,10,11,14,16,23
2,10,11,14,17,22
2,10,11,14,18,21
2,10,11,14,19,20
2,10,11,15,16,22
2,10,11,15,17,21
2,10,11,15,18,20
2,10,11,16,17,20
2,10,11,16,18,19
2,10,12,13,14,25
2,10,12,13,15,24
2,10,12,13,16,23
2,10,12,13,17,22
2,10,12,13,18,21
2,10,12,13,19,20
2,10,12,14,15,23
2,10,12,14,16,22
2,10,12,14,17,21
2,10,12,14,18,20
2,10,12,15,16,21
2,10,12,15,17,20
2,10,12,15,18,19
2,10,12,16,17,19
2,10,13,14,15,22
2,10,13,14,16,21
2,10,13,14,17,20
2,10,13,14,18,19
2,10,13,15,16,20
2,10,13,15,17,19
2,10,13,16,17,18
2,10,14,15,16,19
2,10,14,15,17,18
2,11,12,13,14,24
2,11,12,13,15,23
2,11,12,13,16,22
2,11,12,13,17,21
2,11,12,13,18,20
2,11,12,14,15,22
2,11,12,14,16,21
2,11,12,14,17,20
2,11,12,14,18,19
2,11,12,15,16,20
2,11,12,15,17,19
2,11,12,16,17,18
2,11,13,14,15,21
2,11,13,14,16,20
2,11,13,14,17,19
2,11,13,15,16,19
2,11,13,15,17,18
2,11,14,15,16,18
2,12,13,14,15,20
2,12,13,14,16,19
2,12,13,14,17,18
2,12,13,15,16,18
2,12,14,15,16,17
3,4,5,6,25,33
3,4,5,6,26,32
3,4,5,6,27,31
3,4,5,6,28,30
3,4,5,7,24,33
3,4,5,7,25,32
3,4,5,7,26,31
3,4,5,7,27,30
3,4,5,7,28,29
3,4,5,8,23,33
3,4,5,8,24,32
3,4,5,8,25,31
3,4,5,8,26,30
3,4,5,8,27,29
3,4,5,9,22,33
3,4,5,9,23,32
3,4,5,9,24,31
3,4,5,9,25,30
3,4,5,9,26,29
3,4,5,9,27,28
3,4,5,10,21,33
3,4,5,10,22,32
光2，3开头的也打不开....
你要的话+qq或是hi我发给你- -｜
1至33之间任意6个相加等于112的有多少
相乘的话 还好做做看
加啊...............
1到33之间任意 6个数相加等于107是哪6个数？几种可能？
33，32，29，1，2，9
33，32，29，3，2，7
33，32，29，4，2，6
33，32，30，6，2，3
33，32，30，5，2，4
33，32，30，1，2，8
。。。。。。。。。
1～33之间,有哪些6个不重复的数相加等于100,需要全部?
1+1+1+1+1。。。(这是随手草稿下面是结果)
1+3+31+32+33
1+4+30+32+33
1+5+29+32+33
。。。
1+16+18+32+33
2+4+29+32+33
。。。
2+16+17+32+33
。。
1+3+31+31+33
。。。
。。。
好了大体就是这么几种变化量太大不能写出全部。
从1到33中有6个数相加等于108的有哪些
108=6*18, 可分别讨论,例:
(1)有一个数大于18时,m,m1,m2,m3,m4,m5均大于等于0,(18+m)+(18-m1)+(18-m2)+(18-m3)+(18-m4)+(18-m5)=108,m=m1+m2+m3+m4+m5,若m等于15时.则六个数中前五个数为13,14,15,16,17;12,14,15,16,18等,第六个数为33.
(2)有二个数大于18时,m0, m,m1,m2,m3,m4均大于等于0,(18+m0)+(18+m)+(18-m1)+(18-m2)+(18-m3)+(18-m4)=108,m0+m=m1+m2+m3+m4,若m0+m=10,则六个数中前四个数可为13,14,15,16;12,14,15,17;11,14,15,18等;m分别等于1,2,3,4后两个数可为19,27;20,26;21,25,22,24.
若m0+m=11,m1,m2,m3,m4可分别为1,2,3,5,则六个数中前四个数可为17,16,15,13等;m分别等于1,2,3,4,5,后两个数可为19,28;20,27;21,26,22,25,23,24
.若m0+m=12,则六个数中前四个数可为13,14,15,18等,m分别等于1,2,3,4,5,后两个数可为19,29;20,28;21,27;22,26;23,25 .
1到33任意6个数相加等于85
1+2+3+4+5+70=85
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从1到33每6个数相加等于63有几组（要具体列）
文恋* 你好，有4170组，写不下。要的邮箱。
1+2+3+4+20+33
1+2+3+4+21+32
1+2+3+4+22+31
1+2+3+4+23+30
1+2+3+4+24+29
1+2+3+4+25+28
1+2+3+4+26+27
1+2+3+5+19+33
1+2+3+5+20+32
1+2+3+5+21+31
1+2+3+5+22+30
1+2+3+5+23+29
1+2+3+5+24+28
1+2+3+5+25+27
1+2+3+6+18+33
1+2+3+6+19+32
1+2+3+6+20+31
1+2+3+6+21+30
1+2+3+6+22+29
1+2+3+6+23+28
……
……
6+8+9+11+12+17
6+8+9+11+13+16
6+8+9+11+14+15
6+8+9+12+13+15
6+8+10+11+12+16
6+8+10+11+13+15
6+8+10+12+13+14
6+9+10+11+12+15
6+9+10+11+13+14
7+8+9+10+11+18
7+8+9+10+12+17
7+8+9+10+13+16
7+8+9+10+14+15
7+8+9+11+12+16
7+8+9+11+13+15
7+8+9+12+13+14
7+8+10+11+12+15
7+8+10+11+13+14
7+9+10+11+12+14
8+9+10+11+12+13
1-33这33个数，任意6个数和值等于88的有那些？不能重复。
一共16543组，例如：
1+2+3+17+32+33
1+2+3+18+31+33
1+2+3+19+30+33
1+2+3+19+31+32
1+2+3+20+29+33
1+2+3+20+30+32
1+2+3+21+28+33
1+2+3+21+29+32
1+2+3+21+30+31
1+2+3+22+27+33
……
……
11+12+13+15+16+21
11+12+13+15+17+20
11+12+13+15+18+19
11+12+13+16+17+19
11+12+14+15+16+20
11+12+14+15+17+19
11+12+14+16+17+18
11+13+14+15+16+19
11+13+14+15+17+18
12+13+14+15+16+18
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1到33之间任意6个数等于100
100除以6商 16 余 4 。 你懂的
用1到33这33个数其中的6位不相同的数相加等于100的有哪些？
1+2+3+29+32+33=100 1+3+4+27+32+33 1+4+5+25+32+33 1+5+6+23+32+33
1+2+4+28+32+33=100 1+3+5+26+32+33
1+2+5+27+32+33=100
1+2+6+26+32+33=100
1+2+7+25+32+33=100
1+2+8+24+32+33=100
1+2+9+23+32+33=100
1+2+10+22+32+33=100
1+2+11+21+32+33=100
1+2+12+20+32+33=100
1+2+13+19+32+33=100
1+2+14+18+32+33=100
1+2+15+17+32+33=100
1+2+3+29+32+33=100
